Question

12. Find the value of x for which the angles (2x-5) and (x-10)" are the
complementary angles.​

Answer 1

Answer:

When two angles are complementary then the sum of both are 90°.

When two angles are complementary then the sum of both are 90°.So,2x-5+x-10 =90

When two angles are complementary then the sum of both are 90°.So,2x-5+x-10 =90=3x=90+15

When two angles are complementary then the sum of both are 90°.So,2x-5+x-10 =90=3x=90+15=X=105/3

When two angles are complementary then the sum of both are 90°.So,2x-5+x-10 =90=3x=90+15=X=105/3Hence ,x=35

When two angles are complementary then the sum of both are 90°.So,2x-5+x-10 =90=3x=90+15=X=105/3Hence ,x=354.5

Step-by-step explanation:

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